On the Feasibility of Closed Timelike Curves in Lorentzian Manifolds: A Metric Engineering Perspective

Resolution of Asymptotic Latent Drift via Non-Expansive NIR-Projection and Admissibility Gate Governance Abstract: This repository contains the formal derivation and empirical validation of a novel solution to asymptotic latent drift in high-dimensional adaptive systems. While traditional error-correction methods fail to address the topological divergence inherent in recursive computational state-transitions, this paper introduces the Morrison Admissibility Gate (MAG). By utilizing a Non-Expansive NIR-Partial Differential Equation (NIR-PDE), the framework enforces boundary conditions that constrain state density (\Psi) within an 18-node manifold. Anchored by a 15,730,030-bit truth substrate, the system utilizes a 12D Spine audit trail to maintain a stable spectral centroid (F(t)). We prove that under the enforcement of the Morrison Invariant Lock, the probability of drift-induced structural fabrication (hallucination) is reduced to a mathematical zero. This work establishes a deterministic foundation for sovereign-grade AI governance and runtime stability. "...we prove that under enforcement of the Morrison Invariant Lock, drift-induced structural fabrication is provably suppressed via non-expansive state evolution." Keywords AI Governance Admissibility Gates Latent Drift Suppression NIR-Projection Deterministic AI Safety Non-Expansive Operators Morrison Invariant Lock